Keywords in Context Index
NAG C Library Manual
Normal
g01cec
Deviate of
Normal
distribution
function
g01dac
Normal
scores
,
accurate
values
g01dcc
Normal
scores
, approximate
variance-covariance
matrix
g01dhc
Ranks
,
Normal
scores
, approximate Normal scores or
exponential
(
Savage
) scores
g01eac
Probabilities for the
standard
Normal
distribution
g01fac
Deviates
for the
Normal
distribution
g01hac
Probability for the
bivariate
Normal
distribution
g01hbc
Computes
probabilities
for the
multivariate
Normal
distribution
g01nac
Cumulants
and
moments
of
quadratic
forms in
Normal
variables
g01nbc
Moments
of ratios of
quadratic
forms in
Normal
variables, and related
statistics
g02gac
Fits
a
generalized
linear
model
with
Normal
errors
g05ddc
Pseudo-random
real numbers,
Normal
distribution
g05eac
Set up
reference
vector
for
multivariate
Normal
distribution
g05ezc
Pseudo-random
multivariate
Normal
vector
from
reference
vector
g05lac
Generates
a vector of
random
numbers from a
Normal
distribution
, seeds and generator number passed explicitly
g05lzc
Generates
a vector of
random
numbers from a
multivariate
Normal
distribution
, seeds and generator number passed explicitly
g07bbc
Computes
maximum
likelihood
estimates
for parameters of the
Normal
distribution
from
grouped
and/or
censored
data
g07cac
Computes
t
-test
statistic
for a
difference
in
means
between two
Normal
populations
,
confidence
interval
s15abc
Cumulative
Normal
distribution
function
P(x)
s15acc
Complement
of
cumulative
Normal
distribution
function
Q(x)
Keywords in Context Index
NAG C Library Manual
© The Numerical Algorithms Group Ltd, Oxford UK. 2002